{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "d7e6ab09",
   "metadata": {},
   "source": [
    "# A deep dive into robomimic datasets\n",
    "\n",
    "This notebook will provide examples on how to work with robomimic datasets through various python code examples. This notebook assumes that you have installed `robomimic` and `robosuite` (which should be on the `offline_study` branch)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2a05e543",
   "metadata": {},
   "source": [
    "## Download dataset\n",
    "\n",
    "First, let's try downloading a simple dataset - we'll use the Lift (PH) dataset. Note that there are utility scripts such as `scripts/download_datasets.py` to do this for us, but for the purposes of this example, we'll use the python API."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "4e2b90e6",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "low_dim.hdf5: 18.6MB [00:00, 27.5MB/s]                                          \n"
     ]
    }
   ],
   "source": [
    "import os\n",
    "import json\n",
    "import h5py\n",
    "import numpy as np\n",
    "\n",
    "import robomimic\n",
    "import robomimic.utils.file_utils as FileUtils\n",
    "\n",
    "# the dataset registry can be found at robomimic/__init__.py\n",
    "from robomimic import DATASET_REGISTRY\n",
    "\n",
    "# set download folder and make it\n",
    "download_folder = \"/tmp/robomimic_ds_example\"\n",
    "os.makedirs(download_folder, exist_ok=True)\n",
    "\n",
    "# download the dataset\n",
    "task = \"lift\"\n",
    "dataset_type = \"ph\"\n",
    "hdf5_type = \"low_dim\"\n",
    "FileUtils.download_url(\n",
    "    url=DATASET_REGISTRY[task][dataset_type][hdf5_type][\"url\"], \n",
    "    download_dir=download_folder,\n",
    ")\n",
    "\n",
    "# enforce that the dataset exists\n",
    "dataset_path = os.path.join(download_folder, \"low_dim.hdf5\")\n",
    "assert os.path.exists(dataset_path)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "54bdec82",
   "metadata": {},
   "source": [
    "## Read quantities from dataset\n",
    "\n",
    "Next, let's demonstrate how to read different quantities from the dataset. There are scripts such as `scripts/get_dataset_info.py` that can help you easily understand the contents of a dataset, but in this example, we'll break down how to do this directly.\n",
    "\n",
    "First, let's take a look at the number of demonstrations in the file."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a35cd8e9",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "hdf5 file /tmp/robomimic_ds_example/low_dim.hdf5 has 200 demonstrations\n"
     ]
    }
   ],
   "source": [
    "# open file\n",
    "f = h5py.File(dataset_path, \"r\")\n",
    "\n",
    "# each demonstration is a group under \"data\"\n",
    "demos = list(f[\"data\"].keys())\n",
    "num_demos = len(demos)\n",
    "\n",
    "print(\"hdf5 file {} has {} demonstrations\".format(dataset_path, num_demos))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bdb073a0",
   "metadata": {},
   "source": [
    "Next, let's list all of the demonstrations, along with the number of state-action pairs in each demonstration."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9bda3e70",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "demo_0 has 59 samples\n",
      "demo_1 has 58 samples\n",
      "demo_2 has 57 samples\n",
      "demo_3 has 55 samples\n",
      "demo_4 has 51 samples\n",
      "demo_5 has 58 samples\n",
      "demo_6 has 49 samples\n",
      "demo_7 has 49 samples\n",
      "demo_8 has 44 samples\n",
      "demo_9 has 51 samples\n",
      "demo_10 has 54 samples\n",
      "demo_11 has 49 samples\n",
      "demo_12 has 53 samples\n",
      "demo_13 has 59 samples\n",
      "demo_14 has 51 samples\n",
      "demo_15 has 50 samples\n",
      "demo_16 has 50 samples\n",
      "demo_17 has 45 samples\n",
      "demo_18 has 49 samples\n",
      "demo_19 has 51 samples\n",
      "demo_20 has 48 samples\n",
      "demo_21 has 57 samples\n",
      "demo_22 has 47 samples\n",
      "demo_23 has 47 samples\n",
      "demo_24 has 52 samples\n",
      "demo_25 has 48 samples\n",
      "demo_26 has 43 samples\n",
      "demo_27 has 46 samples\n",
      "demo_28 has 49 samples\n",
      "demo_29 has 41 samples\n",
      "demo_30 has 46 samples\n",
      "demo_31 has 42 samples\n",
      "demo_32 has 59 samples\n",
      "demo_33 has 54 samples\n",
      "demo_34 has 48 samples\n",
      "demo_35 has 58 samples\n",
      "demo_36 has 45 samples\n",
      "demo_37 has 50 samples\n",
      "demo_38 has 49 samples\n",
      "demo_39 has 41 samples\n",
      "demo_40 has 40 samples\n",
      "demo_41 has 49 samples\n",
      "demo_42 has 53 samples\n",
      "demo_43 has 39 samples\n",
      "demo_44 has 46 samples\n",
      "demo_45 has 49 samples\n",
      "demo_46 has 47 samples\n",
      "demo_47 has 40 samples\n",
      "demo_48 has 53 samples\n",
      "demo_49 has 48 samples\n",
      "demo_50 has 45 samples\n",
      "demo_51 has 47 samples\n",
      "demo_52 has 46 samples\n",
      "demo_53 has 55 samples\n",
      "demo_54 has 43 samples\n",
      "demo_55 has 56 samples\n",
      "demo_56 has 40 samples\n",
      "demo_57 has 38 samples\n",
      "demo_58 has 38 samples\n",
      "demo_59 has 44 samples\n",
      "demo_60 has 42 samples\n",
      "demo_61 has 54 samples\n",
      "demo_62 has 41 samples\n",
      "demo_63 has 42 samples\n",
      "demo_64 has 53 samples\n",
      "demo_65 has 38 samples\n",
      "demo_66 has 41 samples\n",
      "demo_67 has 42 samples\n",
      "demo_68 has 39 samples\n",
      "demo_69 has 42 samples\n",
      "demo_70 has 48 samples\n",
      "demo_71 has 45 samples\n",
      "demo_72 has 38 samples\n",
      "demo_73 has 36 samples\n",
      "demo_74 has 48 samples\n",
      "demo_75 has 36 samples\n",
      "demo_76 has 48 samples\n",
      "demo_77 has 39 samples\n",
      "demo_78 has 44 samples\n",
      "demo_79 has 44 samples\n",
      "demo_80 has 40 samples\n",
      "demo_81 has 38 samples\n",
      "demo_82 has 47 samples\n",
      "demo_83 has 52 samples\n",
      "demo_84 has 53 samples\n",
      "demo_85 has 46 samples\n",
      "demo_86 has 38 samples\n",
      "demo_87 has 39 samples\n",
      "demo_88 has 39 samples\n",
      "demo_89 has 41 samples\n",
      "demo_90 has 42 samples\n",
      "demo_91 has 37 samples\n",
      "demo_92 has 51 samples\n",
      "demo_93 has 50 samples\n",
      "demo_94 has 51 samples\n",
      "demo_95 has 46 samples\n",
      "demo_96 has 56 samples\n",
      "demo_97 has 53 samples\n",
      "demo_98 has 46 samples\n",
      "demo_99 has 46 samples\n",
      "demo_100 has 47 samples\n",
      "demo_101 has 43 samples\n",
      "demo_102 has 58 samples\n",
      "demo_103 has 52 samples\n",
      "demo_104 has 48 samples\n",
      "demo_105 has 55 samples\n",
      "demo_106 has 49 samples\n",
      "demo_107 has 62 samples\n",
      "demo_108 has 43 samples\n",
      "demo_109 has 50 samples\n",
      "demo_110 has 45 samples\n",
      "demo_111 has 46 samples\n",
      "demo_112 has 44 samples\n",
      "demo_113 has 43 samples\n",
      "demo_114 has 47 samples\n",
      "demo_115 has 49 samples\n",
      "demo_116 has 59 samples\n",
      "demo_117 has 52 samples\n",
      "demo_118 has 54 samples\n",
      "demo_119 has 53 samples\n",
      "demo_120 has 63 samples\n",
      "demo_121 has 53 samples\n",
      "demo_122 has 60 samples\n",
      "demo_123 has 51 samples\n",
      "demo_124 has 47 samples\n",
      "demo_125 has 55 samples\n",
      "demo_126 has 56 samples\n",
      "demo_127 has 58 samples\n",
      "demo_128 has 55 samples\n",
      "demo_129 has 53 samples\n",
      "demo_130 has 50 samples\n",
      "demo_131 has 47 samples\n",
      "demo_132 has 46 samples\n",
      "demo_133 has 43 samples\n",
      "demo_134 has 45 samples\n",
      "demo_135 has 54 samples\n",
      "demo_136 has 53 samples\n",
      "demo_137 has 57 samples\n",
      "demo_138 has 50 samples\n",
      "demo_139 has 48 samples\n",
      "demo_140 has 49 samples\n",
      "demo_141 has 54 samples\n",
      "demo_142 has 55 samples\n",
      "demo_143 has 49 samples\n",
      "demo_144 has 51 samples\n",
      "demo_145 has 45 samples\n",
      "demo_146 has 50 samples\n",
      "demo_147 has 51 samples\n",
      "demo_148 has 50 samples\n",
      "demo_149 has 58 samples\n",
      "demo_150 has 46 samples\n",
      "demo_151 has 46 samples\n",
      "demo_152 has 45 samples\n",
      "demo_153 has 42 samples\n",
      "demo_154 has 49 samples\n",
      "demo_155 has 45 samples\n",
      "demo_156 has 63 samples\n",
      "demo_157 has 41 samples\n",
      "demo_158 has 42 samples\n",
      "demo_159 has 45 samples\n",
      "demo_160 has 43 samples\n",
      "demo_161 has 46 samples\n",
      "demo_162 has 52 samples\n",
      "demo_163 has 55 samples\n",
      "demo_164 has 44 samples\n",
      "demo_165 has 42 samples\n",
      "demo_166 has 51 samples\n",
      "demo_167 has 64 samples\n",
      "demo_168 has 57 samples\n",
      "demo_169 has 52 samples\n",
      "demo_170 has 48 samples\n",
      "demo_171 has 45 samples\n",
      "demo_172 has 53 samples\n",
      "demo_173 has 39 samples\n",
      "demo_174 has 47 samples\n",
      "demo_175 has 52 samples\n",
      "demo_176 has 63 samples\n",
      "demo_177 has 50 samples\n",
      "demo_178 has 47 samples\n",
      "demo_179 has 48 samples\n",
      "demo_180 has 55 samples\n",
      "demo_181 has 52 samples\n",
      "demo_182 has 55 samples\n",
      "demo_183 has 53 samples\n",
      "demo_184 has 44 samples\n",
      "demo_185 has 59 samples\n",
      "demo_186 has 45 samples\n",
      "demo_187 has 43 samples\n",
      "demo_188 has 44 samples\n",
      "demo_189 has 52 samples\n",
      "demo_190 has 51 samples\n",
      "demo_191 has 40 samples\n",
      "demo_192 has 49 samples\n",
      "demo_193 has 42 samples\n",
      "demo_194 has 36 samples\n",
      "demo_195 has 54 samples\n",
      "demo_196 has 42 samples\n",
      "demo_197 has 40 samples\n",
      "demo_198 has 45 samples\n",
      "demo_199 has 49 samples\n"
     ]
    }
   ],
   "source": [
    "# each demonstration is named \"demo_#\" where # is a number.\n",
    "# Let's put the demonstration list in increasing episode order\n",
    "inds = np.argsort([int(elem[5:]) for elem in demos])\n",
    "demos = [demos[i] for i in inds]\n",
    "\n",
    "for ep in demos:\n",
    "    num_actions = f[\"data/{}/actions\".format(ep)].shape[0]\n",
    "    print(\"{} has {} samples\".format(ep, num_actions))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff998d62",
   "metadata": {},
   "source": [
    "Now, let's dig into a single trajectory to take a look at some of the quantities in each demonstration."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2f7b497a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "timestep 0\n",
      "obs\n",
      "{\n",
      "    \"object\": [\n",
      "        0.026449414293141932,\n",
      "        0.026981257415918496,\n",
      "        0.8314240728038541,\n",
      "        0.0,\n",
      "        0.0,\n",
      "        0.9691094123222487,\n",
      "        0.24663119621902302,\n",
      "        -0.11694359335499373,\n",
      "        -0.042210722419907185,\n",
      "        0.1804238946722606\n",
      "    ],\n",
      "    \"robot0_eef_pos\": [\n",
      "        -0.0904941790618518,\n",
      "        -0.015229465003988687,\n",
      "        1.0118479674761147\n",
      "    ],\n",
      "    \"robot0_eef_quat\": [\n",
      "        0.9972275858407224,\n",
      "        -0.007232815062599316,\n",
      "        0.07403510413011814,\n",
      "        0.0019057232216049126\n",
      "    ],\n",
      "    \"robot0_eef_vel_ang\": [\n",
      "        0.0,\n",
      "        0.0,\n",
      "        0.0\n",
      "    ],\n",
      "    \"robot0_eef_vel_lin\": [\n",
      "        0.0,\n",
      "        0.0,\n",
      "        0.0\n",
      "    ],\n",
      "    \"robot0_gripper_qpos\": [\n",
      "        0.020833,\n",
      "        -0.020833\n",
      "    ],\n",
      "    \"robot0_gripper_qvel\": [\n",
      "        0.0,\n",
      "        0.0\n",
      "    ],\n",
      "    \"robot0_joint_pos\": [\n",
      "        -0.041410389327799474,\n",
      "        0.21736868939218443,\n",
      "        0.007539738887367773,\n",
      "        -2.589845402931484,\n",
      "        -0.007843816214400163,\n",
      "        2.9554575771696747,\n",
      "        0.7738283119303786\n",
      "    ],\n",
      "    \"robot0_joint_pos_cos\": [\n",
      "        0.9991427123462239,\n",
      "        0.9764683001348743,\n",
      "        0.9999715763034073,\n",
      "        -0.851609955590076,\n",
      "        0.9999692374313213,\n",
      "        -0.9827268240955787,\n",
      "        0.7152403924484989\n",
      "    ],\n",
      "    \"robot0_joint_pos_sin\": [\n",
      "        -0.04139855511284203,\n",
      "        0.21566098124535443,\n",
      "        0.0075396674514822334,\n",
      "        -0.5241760043533744,\n",
      "        -0.007843735782256875,\n",
      "        0.1850621225508276,\n",
      "        0.6988785166322665\n",
      "    ],\n",
      "    \"robot0_joint_vel\": [\n",
      "        0.0,\n",
      "        0.0,\n",
      "        0.0,\n",
      "        0.0,\n",
      "        0.0,\n",
      "        0.0,\n",
      "        0.0\n",
      "    ]\n",
      "}\n",
      "action\n",
      "[-0.          0.          0.          0.00381497  0.14820713  0.01447902\n",
      " -1.        ]\n",
      "timestep 1\n",
      "obs\n",
      "{\n",
      "    \"object\": [\n",
      "        0.02644963304851104,\n",
      "        0.026981489259044183,\n",
      "        0.8193230127298963,\n",
      "        3.687451776864639e-06,\n",
      "        6.636591241497241e-06,\n",
      "        0.9691094122922576,\n",
      "        0.24663119622001103,\n",
      "        -0.12042898519933254,\n",
      "        -0.04002245385574614,\n",
      "        0.19099218419447617\n",
      "    ],\n",
      "    \"robot0_eef_pos\": [\n",
      "        -0.0939793521508215,\n",
      "        -0.013040964596701957,\n",
      "        1.0103151969243724\n",
      "    ],\n",
      "    \"robot0_eef_quat\": [\n",
      "        0.9976541041157041,\n",
      "        -0.005165799685637573,\n",
      "        0.06825034642115067,\n",
      "        0.0012219934912254607\n",
      "    ],\n",
      "    \"robot0_eef_vel_ang\": [\n",
      "        0.030008726302490445,\n",
      "        0.32730904658446547,\n",
      "        0.12017070883228292\n",
      "    ],\n",
      "    \"robot0_eef_vel_lin\": [\n",
      "        -0.06337027577857833,\n",
      "        0.0584591961202545,\n",
      "        -0.03119876681899503\n",
      "    ],\n",
      "    \"robot0_gripper_qpos\": [\n",
      "        0.021144677345077283,\n",
      "        -0.021098803032220514\n",
      "    ],\n",
      "    \"robot0_gripper_qvel\": [\n",
      "        0.020536516913238687,\n",
      "        -0.01967148001615872\n",
      "    ],\n",
      "    \"robot0_joint_pos\": [\n",
      "        -0.040347907449666154,\n",
      "        0.21541772265344838,\n",
      "        0.010760092121867423,\n",
      "        -2.5941357356309553,\n",
      "        -0.006995190747474993,\n",
      "        2.9461625155338433,\n",
      "        0.7730220470953911\n",
      "    ],\n",
      "    \"robot0_joint_pos_cos\": [\n",
      "        0.9991861336026011,\n",
      "        0.9768871889182116,\n",
      "        0.9999421107673003,\n",
      "        -0.8538510003817338,\n",
      "        0.9999755337529701,\n",
      "        -0.9809642324353866,\n",
      "        0.7158036410836986\n",
      "    ],\n",
      "    \"robot0_joint_pos_sin\": [\n",
      "        -0.04033696092028956,\n",
      "        0.21375551484692587,\n",
      "        0.0107598844899072,\n",
      "        -0.520517501288009,\n",
      "        -0.006995133698693658,\n",
      "        0.19418850296156312,\n",
      "        0.6983016163602369\n",
      "    ],\n",
      "    \"robot0_joint_vel\": [\n",
      "        0.03543580106414391,\n",
      "        -0.07043374630232116,\n",
      "        0.08873795004885236,\n",
      "        -0.11157492930937571,\n",
      "        0.01835795870713538,\n",
      "        -0.2870936164472272,\n",
      "        -0.01528323082917978\n",
      "    ]\n",
      "}\n",
      "action\n",
      "[ 0.204       0.087      -0.072       0.0040731   0.13793246  0.00472844\n",
      " -1.        ]\n",
      "timestep 2\n",
      "obs\n",
      "{\n",
      "    \"object\": [\n",
      "        0.02644979048142018,\n",
      "        0.026981656585798056,\n",
      "        0.8188363799238965,\n",
      "        6.124550057574148e-06,\n",
      "        1.1039634957752413e-05,\n",
      "        0.9691094122391417,\n",
      "        0.24663119622246055,\n",
      "        -0.12215724667074111,\n",
      "        -0.03828681206822328,\n",
      "        0.1896874619017075\n",
      "    ],\n",
      "    \"robot0_eef_pos\": [\n",
      "        -0.09570745618932093,\n",
      "        -0.011305155482425224,\n",
      "        1.008523841825604\n",
      "    ],\n",
      "    \"robot0_eef_quat\": [\n",
      "        0.9980669555971526,\n",
      "        -0.0037167922644707474,\n",
      "        0.06203175911084908,\n",
      "        0.0007736031979145991\n",
      "    ],\n",
      "    \"robot0_eef_vel_ang\": [\n",
      "        0.008174675780542328,\n",
      "        0.2117180550504403,\n",
      "        0.025337152199680114\n",
      "    ],\n",
      "    \"robot0_eef_vel_lin\": [\n",
      "        0.021946528579046963,\n",
      "        0.019244360508797305,\n",
      "        -0.03325545509870823\n",
      "    ],\n",
      "    \"robot0_gripper_qpos\": [\n",
      "        0.023065368793203082,\n",
      "        -0.023089813685773657\n",
      "    ],\n",
      "    \"robot0_gripper_qvel\": [\n",
      "        0.05386538871513393,\n",
      "        -0.05464789210707713\n",
      "    ],\n",
      "    \"robot0_joint_pos\": [\n",
      "        -0.03862546371287872,\n",
      "        0.2176935517862639,\n",
      "        0.012540741592900084,\n",
      "        -2.59203892182414,\n",
      "        -0.006915289916081674,\n",
      "        2.933857605408448,\n",
      "        0.7734679128154149\n",
      "    ],\n",
      "    \"robot0_joint_pos_cos\": [\n",
      "        0.9992541295153923,\n",
      "        0.9763981884673584,\n",
      "        0.9999213659307244,\n",
      "        -0.852757695866131,\n",
      "        0.9999760894779743,\n",
      "        -0.978500557298211,\n",
      "        0.7154922211915071\n",
      "    ],\n",
      "    \"robot0_joint_pos_sin\": [\n",
      "        -0.03861586003749854,\n",
      "        0.21597818768954657,\n",
      "        0.012540412881329139,\n",
      "        -0.5223067222821157,\n",
      "        -0.0069152347999298655,\n",
      "        0.20624417414096938,\n",
      "        0.6986206992456232\n",
      "    ],\n",
      "    \"robot0_joint_vel\": [\n",
      "        0.03587066701618021,\n",
      "        0.11427360447919478,\n",
      "        0.007098630969981366,\n",
      "        0.13903479858802026,\n",
      "        -0.0045408292982859885,\n",
      "        -0.2366374332873465,\n",
      "        0.021655490569626238\n",
      "    ]\n",
      "}\n",
      "action\n",
      "[ 0.323       0.131      -0.073       0.00670891  0.12851983 -0.00825769\n",
      " -1.        ]\n",
      "timestep 3\n",
      "obs\n",
      "{\n",
      "    \"object\": [\n",
      "        0.026449610437205617,\n",
      "        0.026981465550533244,\n",
      "        0.8200930180165275,\n",
      "        2.989477547714015e-06,\n",
      "        5.389691506845857e-06,\n",
      "        0.9691094122977165,\n",
      "        0.24663119623840957,\n",
      "        -0.12084811993760973,\n",
      "        -0.03702038558498077,\n",
      "        0.1864341070243961\n",
      "    ],\n",
      "    \"robot0_eef_pos\": [\n",
      "        -0.09439850950040411,\n",
      "        -0.010038920034447524,\n",
      "        1.0065271250409236\n",
      "    ],\n",
      "    \"robot0_eef_quat\": [\n",
      "        0.9983755425976737,\n",
      "        -0.003414240303874383,\n",
      "        0.056872138948892356,\n",
      "        0.00042274972047360443\n",
      "    ],\n",
      "    \"robot0_eef_vel_ang\": [\n",
      "        0.015588272761144207,\n",
      "        0.20338910134567467,\n",
      "        0.001415554639112783\n",
      "    ],\n",
      "    \"robot0_eef_vel_lin\": [\n",
      "        0.06160381269345277,\n",
      "        0.025010135696567033,\n",
      "        -0.03656737866839496\n",
      "    ],\n",
      "    \"robot0_gripper_qpos\": [\n",
      "        0.026358274928870957,\n",
      "        -0.02636141449910154\n",
      "    ],\n",
      "    \"robot0_gripper_qvel\": [\n",
      "        0.0745201310630871,\n",
      "        -0.07411367614184626\n",
      "    ],\n",
      "    \"robot0_joint_pos\": [\n",
      "        -0.03650447151890695,\n",
      "        0.22634892583028604,\n",
      "        0.013167323320805235,\n",
      "        -2.581147494051686,\n",
      "        -0.006772139059673779,\n",
      "        2.9212721348692297,\n",
      "        0.7754134156517873\n",
      "    ],\n",
      "    \"robot0_joint_pos_cos\": [\n",
      "        0.999333785766275,\n",
      "        0.9744922663574513,\n",
      "        0.9999133120507784,\n",
      "        -0.847018564469704,\n",
      "        0.999977069153916,\n",
      "        -0.9758274525241541,\n",
      "        0.7141316994350739\n",
      "    ],\n",
      "    \"robot0_joint_pos_sin\": [\n",
      "        -0.03649636455929419,\n",
      "        0.22442108370097089,\n",
      "        0.0131669428358545,\n",
      "        -0.5315633089705137,\n",
      "        -0.006772087295968501,\n",
      "        0.21854240526776433,\n",
      "        0.7000113683805237\n",
      "    ],\n",
      "    \"robot0_joint_vel\": [\n",
      "        0.04691353138789363,\n",
      "        0.1994635772259614,\n",
      "        0.01143329494353153,\n",
      "        0.2674340987745522,\n",
      "        0.004438708485487719,\n",
      "        -0.27163705349779815,\n",
      "        0.052193205025039595\n",
      "    ]\n",
      "}\n",
      "action\n",
      "[ 0.491       0.21       -0.19        0.00824866  0.12259889 -0.02527941\n",
      " -1.        ]\n",
      "timestep 4\n",
      "obs\n",
      "{\n",
      "    \"object\": [\n",
      "        0.026449513581120028,\n",
      "        0.026981362757104405,\n",
      "        0.8206866047770742,\n",
      "        1.3457488015772851e-06,\n",
      "        2.4265647886561854e-06,\n",
      "        0.969109412312331,\n",
      "        0.24663119624238392,\n",
      "        -0.1173250875824681,\n",
      "        -0.03522245982820696,\n",
      "        0.1830334739182844\n",
      "    ],\n",
      "    \"robot0_eef_pos\": [\n",
      "        -0.09087557400134808,\n",
      "        -0.008241097071102555,\n",
      "        1.0037200786953586\n",
      "    ],\n",
      "    \"robot0_eef_quat\": [\n",
      "        0.9986502568703245,\n",
      "        -0.0038131638489504183,\n",
      "        0.05179871492175989,\n",
      "        -0.00013178296654296415\n",
      "    ],\n",
      "    \"robot0_eef_vel_ang\": [\n",
      "        0.02512282243933508,\n",
      "        0.20309719193885506,\n",
      "        -0.02906478800666458\n",
      "    ],\n",
      "    \"robot0_eef_vel_lin\": [\n",
      "        0.10622683467941454,\n",
      "        0.03716610735305083,\n",
      "        -0.06009354586057167\n",
      "    ],\n",
      "    \"robot0_gripper_qpos\": [\n",
      "        0.030413930567981536,\n",
      "        -0.030375387077326593\n",
      "    ],\n",
      "    \"robot0_gripper_qvel\": [\n",
      "        0.08575894495332877,\n",
      "        -0.0853433936999638\n",
      "    ],\n",
      "    \"robot0_joint_pos\": [\n",
      "        -0.033742898584622906,\n",
      "        0.24158202550110155,\n",
      "        0.014307614740759025,\n",
      "        -2.562765138816014,\n",
      "        -0.006403913367086805,\n",
      "        2.907945086256439,\n",
      "        0.7796524071820293\n",
      "    ],\n",
      "    \"robot0_joint_pos_cos\": [\n",
      "        0.999430762410992,\n",
      "        0.9709607078578428,\n",
      "        0.9998976478262572,\n",
      "        -0.8371046247858968,\n",
      "        0.9999794950168696,\n",
      "        -0.9728283562961821,\n",
      "        0.7111579499359364\n",
      "    ],\n",
      "    \"robot0_joint_pos_sin\": [\n",
      "        -0.03373649576620538,\n",
      "        0.23923900977097504,\n",
      "        0.014307126598938211,\n",
      "        -0.5470428202271399,\n",
      "        -0.006403869596315117,\n",
      "        0.2315275128058616,\n",
      "        0.703032268279996\n",
      "    ],\n",
      "    \"robot0_joint_vel\": [\n",
      "        0.06079543928279841,\n",
      "        0.3522398354114109,\n",
      "        0.02364828609743366,\n",
      "        0.4241619255231188,\n",
      "        0.0024945495675376796,\n",
      "        -0.2753739143424271,\n",
      "        0.10996504673995737\n",
      "    ]\n",
      "}\n",
      "action\n",
      "[ 0.465       0.309      -0.304       0.00568831  0.10961337 -0.04577875\n",
      " -1.        ]\n"
     ]
    }
   ],
   "source": [
    "# look at first demonstration\n",
    "demo_key = demos[0]\n",
    "demo_grp = f[\"data/{}\".format(demo_key)]\n",
    "\n",
    "# Each observation is a dictionary that maps modalities to numpy arrays, and\n",
    "# each action is a numpy array. Let's print the observations and actions for the \n",
    "# first 5 timesteps of this trajectory.\n",
    "for t in range(5):\n",
    "    print(\"timestep {}\".format(t))\n",
    "    obs_t = dict()\n",
    "    # each observation modality is stored as a subgroup\n",
    "    for k in demo_grp[\"obs\"]:\n",
    "        obs_t[k] = demo_grp[\"obs/{}\".format(k)][t] # numpy array\n",
    "    act_t = demo_grp[\"actions\"][t]\n",
    "    \n",
    "    # pretty-print observation and action using json\n",
    "    obs_t_pp = { k : obs_t[k].tolist() for k in obs_t }\n",
    "    print(\"obs\")\n",
    "    print(json.dumps(obs_t_pp, indent=4))\n",
    "    print(\"action\")\n",
    "    print(act_t)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "552be387",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "shape of first ten actions (10, 7)\n",
      "shape of all actions (59, 7)\n"
     ]
    }
   ],
   "source": [
    "# we can also grab multiple timesteps at once directly, or even the full trajectory at once\n",
    "first_ten_actions = demo_grp[\"actions\"][:10]\n",
    "print(\"shape of first ten actions {}\".format(first_ten_actions.shape))\n",
    "all_actions = demo_grp[\"actions\"][:]\n",
    "print(\"shape of all actions {}\".format(all_actions.shape))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "57976238",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "success\n"
     ]
    }
   ],
   "source": [
    "# the trajectory also contains the next observations under \"next_obs\", \n",
    "# for convenient use in a batch (offline) RL pipeline. Let's verify\n",
    "# that \"next_obs\" and \"obs\" are offset by 1.\n",
    "for k in demo_grp[\"obs\"]:\n",
    "    # obs_{t+1} == next_obs_{t}\n",
    "    assert(np.allclose(demo_grp[\"obs\"][k][1:], demo_grp[\"next_obs\"][k][:-1]))\n",
    "print(\"success\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "51ab4a38",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "dones\n",
      "[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
      " 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 1 1 1]\n",
      "\n",
      "rewards\n",
      "[0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0.\n",
      " 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0. 0.\n",
      " 0. 0. 0. 0. 0. 0. 1. 1. 1. 1. 1.]\n"
     ]
    }
   ],
   "source": [
    "# we also have \"done\" and \"reward\" information stored in each trajectory.\n",
    "# In this case, we have sparse rewards that indicate task completion at\n",
    "# that timestep.\n",
    "dones = demo_grp[\"dones\"][:]\n",
    "rewards = demo_grp[\"rewards\"][:]\n",
    "print(\"dones\")\n",
    "print(dones)\n",
    "print(\"\")\n",
    "print(\"rewards\")\n",
    "print(rewards)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "360df27c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<mujoco model=\"base\">\n",
      "    <compiler angle=\"radian\" meshdir=\"meshes/\" />\n",
      "    <option impratio=\"20\" density=\"1.2\" viscosity=\"2e-05\" cone=\"elliptic\" />\n",
      "    <size njmax=\"5000\" nconmax=\"5000\" />\n",
      "    <visual>\n",
      "        <map znear=\"0.001\" />\n",
      "    </visual>\n",
      "    <asset>\n",
      "        <texture type=\"skybox\" builtin=\"gradient\" rgb1=\"0.9 0.9 1\" rgb2=\"0.2 0.3 0.4\" width=\"256\" height=\"1536\" />\n",
      "        <texture type=\"2d\" name=\"texplane\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/arenas/../textures/wood-tiles.png\" />\n",
      "        <texture type=\"cube\" name=\"tex-ceramic\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/arenas/../textures/ceramic.png\" />\n",
      "        <texture type=\"cube\" name=\"tex-steel-brushed\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/arenas/../textures/steel-brushed.png\" />\n",
      "        <texture type=\"2d\" name=\"tex-cream-plaster\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/arenas/../textures/cream-plaster.png\" />\n",
      "        <texture type=\"cube\" name=\"textable\" builtin=\"flat\" rgb1=\"0.5 0.5 0.5\" width=\"512\" height=\"3072\" />\n",
      "        <texture type=\"cube\" name=\"cube_redwood\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/textures/red-wood.png\" />\n",
      "        <material name=\"floorplane\" texture=\"texplane\" texuniform=\"true\" texrepeat=\"2 2\" specular=\"0\" shininess=\"0\" reflectance=\"0.01\" />\n",
      "        <material name=\"table_ceramic\" texture=\"tex-ceramic\" specular=\"0.2\" shininess=\"0\" />\n",
      "        <material name=\"table_legs_metal\" texture=\"tex-steel-brushed\" shininess=\"0.8\" reflectance=\"0.8\" />\n",
      "        <material name=\"walls_mat\" texture=\"tex-cream-plaster\" texuniform=\"true\" texrepeat=\"3 3\" specular=\"0.1\" shininess=\"0.1\" />\n",
      "        <material name=\"table_mat\" texture=\"textable\" />\n",
      "        <material name=\"cube_redwood_mat\" texture=\"cube_redwood\" specular=\"0.4\" shininess=\"0.1\" />\n",
      "        <mesh name=\"robot0_link0\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link0.stl\" />\n",
      "        <mesh name=\"robot0_link1\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link1.stl\" />\n",
      "        <mesh name=\"robot0_link2\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link2.stl\" />\n",
      "        <mesh name=\"robot0_link3\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link3.stl\" />\n",
      "        <mesh name=\"robot0_link4\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link4.stl\" />\n",
      "        <mesh name=\"robot0_link5\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link5.stl\" />\n",
      "        <mesh name=\"robot0_link6\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link6.stl\" />\n",
      "        <mesh name=\"robot0_link7\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link7.stl\" />\n",
      "        <mesh name=\"robot0_link0_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link0_vis.stl\" />\n",
      "        <mesh name=\"robot0_link1_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link1_vis.stl\" />\n",
      "        <mesh name=\"robot0_link2_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link2_vis.stl\" />\n",
      "        <mesh name=\"robot0_link3_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link3_vis.stl\" />\n",
      "        <mesh name=\"robot0_link4_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link4_vis.stl\" />\n",
      "        <mesh name=\"robot0_link5_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link5_vis.stl\" />\n",
      "        <mesh name=\"robot0_link6_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link6_vis.stl\" />\n",
      "        <mesh name=\"robot0_link7_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/robots/panda/meshes/link7_vis.stl\" />\n",
      "        <mesh name=\"mount0_pedestal\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/mounts/meshes/rethink_mount/pedestal.stl\" />\n",
      "        <mesh name=\"gripper0_hand\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/grippers/meshes/panda_gripper/hand.stl\" />\n",
      "        <mesh name=\"gripper0_hand_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/grippers/meshes/panda_gripper/hand_vis.stl\" />\n",
      "        <mesh name=\"gripper0_finger\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/grippers/meshes/panda_gripper/finger.stl\" />\n",
      "        <mesh name=\"gripper0_finger_vis\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/grippers/meshes/panda_gripper/finger_vis.stl\" />\n",
      "        <mesh name=\"gripper0_finger_vis2\" file=\"/home/robot/installed_libraries/robosuite/robosuite/models/assets/grippers/meshes/panda_gripper/finger_longer.stl\" />\n",
      "    </asset>\n",
      "    <worldbody>\n",
      "        <geom name=\"floor\" size=\"3 3 0.125\" type=\"plane\" material=\"floorplane\" />\n",
      "        <geom name=\"wall_leftcorner_visual\" size=\"1.06 1.5 0.01\" pos=\"-1.25 2.25 1.5\" quat=\"0.653281 0.653281 0.270598 0.270598\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"walls_mat\" />\n",
      "        <geom name=\"wall_rightcorner_visual\" size=\"1.06 1.5 0.01\" pos=\"-1.25 -2.25 1.5\" quat=\"0.653281 0.653281 -0.270598 -0.270598\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"walls_mat\" />\n",
      "        <geom name=\"wall_left_visual\" size=\"1.75 1.5 0.01\" pos=\"1.25 3 1.5\" quat=\"0.707107 0.707107 0 0\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"walls_mat\" />\n",
      "        <geom name=\"wall_right_visual\" size=\"1.75 1.5 0.01\" pos=\"1.25 -3 1.5\" quat=\"0.707107 -0.707107 0 0\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"walls_mat\" />\n",
      "        <geom name=\"wall_rear_visual\" size=\"1.5 1.5 0.01\" pos=\"-2 0 1.5\" quat=\"0.5 0.5 0.5 0.5\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"walls_mat\" />\n",
      "        <geom name=\"wall_front_visual\" size=\"3 1.5 0.01\" pos=\"3 0 1.5\" quat=\"0.5 0.5 -0.5 -0.5\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"walls_mat\" />\n",
      "        <camera name=\"frontview\" pos=\"1.6 0 1.45\" quat=\"0.56 0.43 0.43 0.56\" />\n",
      "        <camera name=\"birdview\" pos=\"-0.2 0 3\" quat=\"0.7071 0 0 0.7071\" />\n",
      "        <camera name=\"agentview\" pos=\"0.5 0 1.35\" quat=\"0.653 0.271 0.271 0.653\" />\n",
      "        <camera name=\"sideview\" pos=\"-0.0565177 1.27612 1.48796\" quat=\"0.00990507 0.00687796 0.591223 0.806418\" />\n",
      "        <light name=\"light1\" pos=\"1 1 4\" dir=\"0 -0.14834 -0.988936\" castshadow=\"false\" diffuse=\"0.8 0.8 0.8\" />\n",
      "        <light name=\"light2\" pos=\"-3 -3 4\" dir=\"0 -0.14834 -0.988936\" castshadow=\"false\" diffuse=\"0.8 0.8 0.8\" />\n",
      "        <body name=\"table\" pos=\"0 0 0.775\">\n",
      "            <inertial pos=\"0 0 0\" mass=\"32\" diaginertia=\"1.71333 1.71333 3.41333\" />\n",
      "            <geom name=\"table_collision\" size=\"0.4 0.4 0.025\" type=\"box\" rgba=\"0.5 0.5 0 1\" />\n",
      "            <geom name=\"table_visual\" size=\"0.4 0.4 0.025\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"table_ceramic\" />\n",
      "            <geom name=\"table_leg1_visual\" size=\"0.025 0.3875\" pos=\"0.3 0.3 -0.3875\" type=\"cylinder\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"table_legs_metal\" />\n",
      "            <geom name=\"table_leg2_visual\" size=\"0.025 0.3875\" pos=\"-0.3 0.3 -0.3875\" type=\"cylinder\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"table_legs_metal\" />\n",
      "            <geom name=\"table_leg3_visual\" size=\"0.025 0.3875\" pos=\"-0.3 -0.3 -0.3875\" type=\"cylinder\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"table_legs_metal\" />\n",
      "            <geom name=\"table_leg4_visual\" size=\"0.025 0.3875\" pos=\"0.3 -0.3 -0.3875\" type=\"cylinder\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"table_legs_metal\" />\n",
      "            <site name=\"table_top\" pos=\"0 0 0.025\" size=\"0.001\" rgba=\"0 0 0 0\" />\n",
      "        </body>\n",
      "        <body name=\"robot0_base\" pos=\"-0.56 0 0.912\">\n",
      "            <inertial pos=\"0 0 0\" mass=\"0\" diaginertia=\"0 0 0\" />\n",
      "            <camera name=\"robot0_robotview\" pos=\"1 0 0.4\" quat=\"0.653 0.271 0.271 0.653\" />\n",
      "            <body name=\"robot0_link0\" pos=\"0 0 0\">\n",
      "                <inertial pos=\"0 0 0.05\" mass=\"4\" diaginertia=\"0.4 0.4 0.4\" />\n",
      "                <geom name=\"robot0_link0_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"robot0_link0_vis\" />\n",
      "                <geom name=\"robot0_link0_collision\" type=\"mesh\" rgba=\"0 0.5 0 1\" mesh=\"robot0_link0\" />\n",
      "                <body name=\"robot0_link1\" pos=\"0 0 0.333\">\n",
      "                    <inertial pos=\"0 0 -0.07\" mass=\"3\" diaginertia=\"0.3 0.3 0.3\" />\n",
      "                    <joint name=\"robot0_joint1\" pos=\"0 0 0\" axis=\"0 0 1\" limited=\"true\" range=\"-2.8973 2.8973\" armature=\"5\" damping=\"0.1\" frictionloss=\"0.1\" />\n",
      "                    <geom name=\"robot0_link1_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"robot0_link1_vis\" />\n",
      "                    <geom name=\"robot0_link1_collision\" type=\"mesh\" rgba=\"0 0.5 0 1\" mesh=\"robot0_link1\" />\n",
      "                    <body name=\"robot0_link2\" pos=\"0 0 0\" quat=\"0.707107 -0.707107 0 0\">\n",
      "                        <inertial pos=\"0 -0.1 0\" mass=\"3\" diaginertia=\"0.3 0.3 0.3\" />\n",
      "                        <joint name=\"robot0_joint2\" pos=\"0 0 0\" axis=\"0 0 1\" limited=\"true\" range=\"-1.7628 1.7628\" armature=\"2.5\" damping=\"0.1\" frictionloss=\"0.1\" />\n",
      "                        <geom name=\"robot0_link2_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"robot0_link2_vis\" />\n",
      "                        <geom name=\"robot0_link2_collision\" type=\"mesh\" rgba=\"0 0.5 0 1\" mesh=\"robot0_link2\" />\n",
      "                        <body name=\"robot0_link3\" pos=\"0 -0.316 0\" quat=\"0.707107 0.707107 0 0\">\n",
      "                            <inertial pos=\"0.04 0 -0.05\" mass=\"2\" diaginertia=\"0.2 0.2 0.2\" />\n",
      "                            <joint name=\"robot0_joint3\" pos=\"0 0 0\" axis=\"0 0 1\" limited=\"true\" range=\"-2.8973 2.8973\" armature=\"1.66667\" damping=\"0.1\" frictionloss=\"0.1\" />\n",
      "                            <geom name=\"robot0_link3_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"robot0_link3_vis\" />\n",
      "                            <geom name=\"robot0_link3_collision\" type=\"mesh\" rgba=\"0 0.5 0 1\" mesh=\"robot0_link3\" />\n",
      "                            <body name=\"robot0_link4\" pos=\"0.0825 0 0\" quat=\"0.707107 0.707107 0 0\">\n",
      "                                <inertial pos=\"-0.04 0.05 0\" mass=\"2\" diaginertia=\"0.2 0.2 0.2\" />\n",
      "                                <joint name=\"robot0_joint4\" pos=\"0 0 0\" axis=\"0 0 1\" limited=\"true\" range=\"-3.0718 -0.0698\" armature=\"1.25\" damping=\"0.1\" frictionloss=\"0.1\" />\n",
      "                                <geom name=\"robot0_link4_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"robot0_link4_vis\" />\n",
      "                                <geom name=\"robot0_link4_collision\" type=\"mesh\" rgba=\"0 0.5 0 1\" mesh=\"robot0_link4\" />\n",
      "                                <body name=\"robot0_link5\" pos=\"-0.0825 0.384 0\" quat=\"0.707107 -0.707107 0 0\">\n",
      "                                    <inertial pos=\"0 0 -0.15\" mass=\"2\" diaginertia=\"0.2 0.2 0.2\" />\n",
      "                                    <joint name=\"robot0_joint5\" pos=\"0 0 0\" axis=\"0 0 1\" limited=\"true\" range=\"-2.8973 2.8973\" armature=\"1\" damping=\"0.1\" frictionloss=\"0.1\" />\n",
      "                                    <geom name=\"robot0_link5_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"robot0_link5_vis\" />\n",
      "                                    <geom name=\"robot0_link5_collision\" type=\"mesh\" rgba=\"0 0.5 0 1\" mesh=\"robot0_link5\" />\n",
      "                                    <body name=\"robot0_link6\" pos=\"0 0 0\" quat=\"0.707107 0.707107 0 0\">\n",
      "                                        <inertial pos=\"0.06 0 0\" mass=\"1.5\" diaginertia=\"0.1 0.1 0.1\" />\n",
      "                                        <joint name=\"robot0_joint6\" pos=\"0 0 0\" axis=\"0 0 1\" limited=\"true\" range=\"-0.0175 3.7525\" armature=\"0.833333\" damping=\"0.01\" frictionloss=\"0.1\" />\n",
      "                                        <geom name=\"robot0_link6_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"robot0_link6_vis\" />\n",
      "                                        <geom name=\"robot0_link6_collision\" type=\"mesh\" rgba=\"0 0.5 0 1\" mesh=\"robot0_link6\" />\n",
      "                                        <body name=\"robot0_link7\" pos=\"0.088 0 0\" quat=\"0.707107 0.707107 0 0\">\n",
      "                                            <inertial pos=\"0 0 0.08\" mass=\"0.5\" diaginertia=\"0.05 0.05 0.05\" />\n",
      "                                            <joint name=\"robot0_joint7\" pos=\"0 0 0\" axis=\"0 0 1\" limited=\"true\" range=\"-2.8973 2.8973\" armature=\"0.714286\" damping=\"0.01\" frictionloss=\"0.1\" />\n",
      "                                            <geom name=\"robot0_link7_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"robot0_link7_vis\" />\n",
      "                                            <geom name=\"robot0_link7_collision\" type=\"mesh\" rgba=\"0 0.5 0 1\" mesh=\"robot0_link7\" />\n",
      "                                            <body name=\"robot0_right_hand\" pos=\"0 0 0.1065\" quat=\"0.923785 0 0 -0.382911\">\n",
      "                                                <inertial pos=\"0 0 0\" mass=\"0.5\" diaginertia=\"0.05 0.05 0.05\" />\n",
      "                                                <site name=\"robot0_ee\" pos=\"0 0 0\" size=\"0.01\" group=\"1\" rgba=\"0 0 1 1\" />\n",
      "                                                <site name=\"robot0_ee_x\" pos=\"0 0 0\" quat=\"0.707105 0.707108 0 0\" size=\"0.005 0.1\" group=\"1\" type=\"cylinder\" rgba=\"1 0 0 0\" />\n",
      "                                                <site name=\"robot0_ee_z\" pos=\"0 0 0\" quat=\"0.707105 0 0 0.707108\" size=\"0.005 0.1\" group=\"1\" type=\"cylinder\" rgba=\"0 0 1 0\" />\n",
      "                                                <site name=\"robot0_ee_y\" pos=\"0 0 0\" quat=\"0.707105 0 0.707108 0\" size=\"0.005 0.1\" group=\"1\" type=\"cylinder\" rgba=\"0 1 0 0\" />\n",
      "                                                <camera name=\"robot0_eye_in_hand\" pos=\"0.05 0 0\" quat=\"0 0.707108 0.707108 0\" fovy=\"75\" />\n",
      "                                                <body name=\"gripper0_right_gripper\" pos=\"0 0 0\" quat=\"0.707107 0 0 -0.707107\">\n",
      "                                                    <inertial pos=\"0 0 0.17\" quat=\"0.707107 0.707107 0 0\" mass=\"0.3\" diaginertia=\"0.09 0.07 0.05\" />\n",
      "                                                    <geom name=\"gripper0_hand_visual\" quat=\"0.707107 0 0 0.707107\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"1 1 1 1\" mesh=\"gripper0_hand_vis\" />\n",
      "                                                    <geom name=\"gripper0_hand_collision\" quat=\"0.707107 0 0 0.707107\" type=\"mesh\" rgba=\"0 0 0.5 1\" mesh=\"gripper0_hand\" />\n",
      "                                                    <site name=\"gripper0_ft_frame\" pos=\"0 0 0\" size=\"0.01\" group=\"1\" rgba=\"1 0 0 1\" />\n",
      "                                                    <site name=\"gripper0_grip_site\" pos=\"0 0 0.097\" size=\"0.01\" group=\"1\" rgba=\"0.999945 5.47969e-05 0 0.5\" />\n",
      "                                                    <site name=\"gripper0_grip_site_cylinder\" pos=\"0 0 0.1399\" size=\"0.005 10\" group=\"1\" type=\"cylinder\" rgba=\"0 1 0 0.3\" />\n",
      "                                                    <body name=\"gripper0_leftfinger\" pos=\"0 0 0.0524\" quat=\"0.707107 0 0 0.707107\">\n",
      "                                                        <inertial pos=\"0 0 0.05\" mass=\"0.1\" diaginertia=\"0.01 0.01 0.005\" />\n",
      "                                                        <joint name=\"gripper0_finger_joint1\" pos=\"0 0 0\" axis=\"0 1 0\" type=\"slide\" limited=\"true\" range=\"0 0.04\" armature=\"1\" damping=\"100\" frictionloss=\"1\" />\n",
      "                                                        <geom name=\"gripper0_finger1_visual\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"0.499 0.499 0.499 1\" mesh=\"gripper0_finger_vis\" />\n",
      "                                                        <geom name=\"gripper0_finger1_collision\" type=\"mesh\" contype=\"0\" condim=\"4\" rgba=\"0 0 0.5 1\" mesh=\"gripper0_finger\" />\n",
      "                                                        <body name=\"gripper0_finger_joint1_tip\" pos=\"0 0.0085 0.056\">\n",
      "                                                            <inertial pos=\"0 0 0\" quat=\"0 0 0 1\" mass=\"0.01\" diaginertia=\"0.01 0.01 0.01\" />\n",
      "                                                            <geom name=\"gripper0_finger1_pad_collision\" size=\"0.008 0.004 0.008\" pos=\"0 -0.005 -0.015\" quat=\"0 0 0 1\" type=\"box\" friction=\"2 0.05 0.0001\" solref=\"0.01 0.5\" rgba=\"0 0 0.5 1\" />\n",
      "                                                        </body>\n",
      "                                                    </body>\n",
      "                                                    <body name=\"gripper0_rightfinger\" pos=\"0 0 0.0524\" quat=\"0.707107 0 0 0.707107\">\n",
      "                                                        <inertial pos=\"0 0 0.05\" mass=\"0.1\" diaginertia=\"0.01 0.01 0.005\" />\n",
      "                                                        <joint name=\"gripper0_finger_joint2\" pos=\"0 0 0\" axis=\"0 1 0\" type=\"slide\" limited=\"true\" range=\"-0.04 0\" armature=\"1\" damping=\"100\" frictionloss=\"1\" />\n",
      "                                                        <geom name=\"gripper0_finger2_visual\" quat=\"0 0 0 1\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"0.499 0.499 0.499 1\" mesh=\"gripper0_finger_vis\" />\n",
      "                                                        <geom name=\"gripper0_finger2_collision\" quat=\"0 0 0 1\" type=\"mesh\" contype=\"0\" condim=\"4\" rgba=\"0 0 0.5 1\" mesh=\"gripper0_finger\" />\n",
      "                                                        <body name=\"gripper0_finger_joint2_tip\" pos=\"0 -0.0085 0.056\">\n",
      "                                                            <inertial pos=\"0 0 0\" quat=\"0 0 0 1\" mass=\"0.01\" diaginertia=\"0.01 0.01 0.01\" />\n",
      "                                                            <geom name=\"gripper0_finger2_pad_collision\" size=\"0.008 0.004 0.008\" pos=\"0 0.005 -0.015\" quat=\"0 0 0 1\" type=\"box\" friction=\"2 0.05 0.0001\" solref=\"0.01 0.5\" rgba=\"0 0 0.5 1\" />\n",
      "                                                        </body>\n",
      "                                                    </body>\n",
      "                                                </body>\n",
      "                                            </body>\n",
      "                                        </body>\n",
      "                                    </body>\n",
      "                                </body>\n",
      "                            </body>\n",
      "                        </body>\n",
      "                    </body>\n",
      "                </body>\n",
      "            </body>\n",
      "            <body name=\"mount0_base\" pos=\"0 0 0.01\">\n",
      "                <inertial pos=\"0 0 0.01\" mass=\"0\" diaginertia=\"0 0 0\" />\n",
      "                <body name=\"mount0_controller_box\" pos=\"0 0 0\">\n",
      "                    <inertial pos=\"-0.325 0 -0.38\" mass=\"46.64\" diaginertia=\"1.71363 1.27988 0.809981\" />\n",
      "                    <geom name=\"mount0_controller_box_col\" size=\"0.11 0.2 0.265\" pos=\"-0.325 0 -0.38\" type=\"box\" rgba=\"0.5 0.5 0 1\" />\n",
      "                </body>\n",
      "                <body name=\"mount0_pedestal_feet\" pos=\"0 0 0\">\n",
      "                    <inertial pos=\"-0.1225 0 -0.758\" mass=\"167.09\" diaginertia=\"8.16095 9.59375 15.0785\" />\n",
      "                    <geom name=\"mount0_pedestal_feet_col\" size=\"0.385 0.35 0.155\" pos=\"-0.1225 0 -0.758\" type=\"box\" rgba=\"0.5 0.5 0 1\" />\n",
      "                </body>\n",
      "                <body name=\"mount0_torso\" pos=\"0 0 0\">\n",
      "                    <inertial pos=\"0 0 0\" mass=\"0.0001\" diaginertia=\"1e-08 1e-08 1e-08\" />\n",
      "                    <geom name=\"mount0_torso_vis\" size=\"0.05 0.05 0.05\" pos=\"0 0 -0.05\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"0.2 0.2 0.2 1\" />\n",
      "                </body>\n",
      "                <body name=\"mount0_pedestal\" pos=\"0 0 0\">\n",
      "                    <inertial pos=\"0 0 0\" quat=\"0.659267 -0.259505 -0.260945 0.655692\" mass=\"60.864\" diaginertia=\"6.0869 5.81635 4.20915\" />\n",
      "                    <geom name=\"mount0_pedestal_vis\" type=\"mesh\" contype=\"0\" conaffinity=\"0\" group=\"1\" rgba=\"0.2 0.2 0.2 1\" mesh=\"mount0_pedestal\" />\n",
      "                    <geom name=\"mount0_pedestal_col\" size=\"0.18 0.31\" pos=\"-0.02 0 -0.29\" type=\"cylinder\" rgba=\"0.5 0.5 0 1\" />\n",
      "                </body>\n",
      "            </body>\n",
      "        </body>\n",
      "        <body name=\"cube_main\" pos=\"0 0 0\">\n",
      "            <inertial pos=\"0 0 0\" mass=\"0.0730947\" diaginertia=\"2.10034e-05 2.21784e-05 2.08152e-05\" />\n",
      "            <joint name=\"cube_joint0\" type=\"free\" />\n",
      "            <geom name=\"cube_g0\" size=\"0.0212431 0.020076 0.0214241\" type=\"box\" rgba=\"0.5 0 0 1\" />\n",
      "            <geom name=\"cube_g0_vis\" size=\"0.0212431 0.020076 0.0214241\" type=\"box\" contype=\"0\" conaffinity=\"0\" group=\"1\" material=\"cube_redwood_mat\" />\n",
      "            <site name=\"cube_default_site\" pos=\"0 0 0\" size=\"0.002\" rgba=\"1 0 0 1\" />\n",
      "        </body>\n",
      "    </worldbody>\n",
      "    <actuator>\n",
      "        <general name=\"robot0_torq_j1\" joint=\"robot0_joint1\" ctrllimited=\"true\" ctrlrange=\"-80 80\" />\n",
      "        <general name=\"robot0_torq_j2\" joint=\"robot0_joint2\" ctrllimited=\"true\" ctrlrange=\"-80 80\" />\n",
      "        <general name=\"robot0_torq_j3\" joint=\"robot0_joint3\" ctrllimited=\"true\" ctrlrange=\"-80 80\" />\n",
      "        <general name=\"robot0_torq_j4\" joint=\"robot0_joint4\" ctrllimited=\"true\" ctrlrange=\"-80 80\" />\n",
      "        <general name=\"robot0_torq_j5\" joint=\"robot0_joint5\" ctrllimited=\"true\" ctrlrange=\"-80 80\" />\n",
      "        <general name=\"robot0_torq_j6\" joint=\"robot0_joint6\" ctrllimited=\"true\" ctrlrange=\"-12 12\" />\n",
      "        <general name=\"robot0_torq_j7\" joint=\"robot0_joint7\" ctrllimited=\"true\" ctrlrange=\"-12 12\" />\n",
      "        <general name=\"gripper0_gripper_finger_joint1\" joint=\"gripper0_finger_joint1\" ctrllimited=\"true\" forcelimited=\"true\" ctrlrange=\"0 0.04\" forcerange=\"-20 20\" biastype=\"affine\" gainprm=\"1000 0 0 0 0 0 0 0 0 0\" biasprm=\"0 -1000 0 0 0 0 0 0 0 0\" />\n",
      "        <general name=\"gripper0_gripper_finger_joint2\" joint=\"gripper0_finger_joint2\" ctrllimited=\"true\" forcelimited=\"true\" ctrlrange=\"-0.04 0\" forcerange=\"-20 20\" biastype=\"affine\" gainprm=\"1000 0 0 0 0 0 0 0 0 0\" biasprm=\"0 -1000 0 0 0 0 0 0 0 0\" />\n",
      "    </actuator>\n",
      "    <sensor>\n",
      "        <force site=\"gripper0_ft_frame\" name=\"gripper0_force_ee\" />\n",
      "        <torque site=\"gripper0_ft_frame\" name=\"gripper0_torque_ee\" />\n",
      "    </sensor>\n",
      "</mujoco>\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# each demonstration also contains metadata\n",
    "num_samples = demo_grp.attrs[\"num_samples\"] # number of samples in this trajectory\n",
    "mujoco_xml_file = demo_grp.attrs[\"model_file\"] # mujoco XML file for this demonstration\n",
    "print(mujoco_xml_file)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f10f98f",
   "metadata": {},
   "source": [
    "Finally, let's take a look at some global metadata present in the file. The hdf5 file stores environment metadata which is a convenient way to understand which simulation environment (task) the dataset was collected on. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "3b579caf",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "==== Env Meta ====\n",
      "{\n",
      "    \"env_name\": \"Lift\",\n",
      "    \"type\": 1,\n",
      "    \"env_kwargs\": {\n",
      "        \"has_renderer\": false,\n",
      "        \"has_offscreen_renderer\": false,\n",
      "        \"ignore_done\": true,\n",
      "        \"use_object_obs\": true,\n",
      "        \"use_camera_obs\": false,\n",
      "        \"control_freq\": 20,\n",
      "        \"controller_configs\": {\n",
      "            \"type\": \"OSC_POSE\",\n",
      "            \"input_max\": 1,\n",
      "            \"input_min\": -1,\n",
      "            \"output_max\": [\n",
      "                0.05,\n",
      "                0.05,\n",
      "                0.05,\n",
      "                0.5,\n",
      "                0.5,\n",
      "                0.5\n",
      "            ],\n",
      "            \"output_min\": [\n",
      "                -0.05,\n",
      "                -0.05,\n",
      "                -0.05,\n",
      "                -0.5,\n",
      "                -0.5,\n",
      "                -0.5\n",
      "            ],\n",
      "            \"kp\": 150,\n",
      "            \"damping\": 1,\n",
      "            \"impedance_mode\": \"fixed\",\n",
      "            \"kp_limits\": [\n",
      "                0,\n",
      "                300\n",
      "            ],\n",
      "            \"damping_limits\": [\n",
      "                0,\n",
      "                10\n",
      "            ],\n",
      "            \"position_limits\": null,\n",
      "            \"orientation_limits\": null,\n",
      "            \"uncouple_pos_ori\": true,\n",
      "            \"control_delta\": true,\n",
      "            \"interpolation\": null,\n",
      "            \"ramp_ratio\": 0.2\n",
      "        },\n",
      "        \"robots\": [\n",
      "            \"Panda\"\n",
      "        ],\n",
      "        \"camera_depths\": false,\n",
      "        \"camera_heights\": 84,\n",
      "        \"camera_widths\": 84,\n",
      "        \"reward_shaping\": false\n",
      "    }\n",
      "}\n",
      "\n"
     ]
    }
   ],
   "source": [
    "env_meta = json.loads(f[\"data\"].attrs[\"env_args\"])\n",
    "# note: we could also have used the following function:\n",
    "# env_meta = FileUtils.get_env_metadata_from_dataset(dataset_path=dataset_path)\n",
    "print(\"==== Env Meta ====\")\n",
    "print(json.dumps(env_meta, indent=4))\n",
    "print(\"\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b395453a",
   "metadata": {},
   "source": [
    "## Visualizing demonstration trajectories\n",
    "\n",
    "Finally, let's play some of these demonstrations back in the simulation environment to easily visualize the data that was collected."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d613ab93",
   "metadata": {},
   "source": [
    "It turns out that the environment metadata stored in the hdf5 allows us to easily create a simulation environment that is consistent with the way the dataset was collected!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "9c98068e",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO: Probing, EGL cannot run on this device\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Creating offscreen glfw\n",
      "Created environment with name Lift\n",
      "Action size is 7\n"
     ]
    }
   ],
   "source": [
    "import robomimic.utils.env_utils as EnvUtils\n",
    "\n",
    "# create simulation environment from environment metedata\n",
    "env = EnvUtils.create_env_from_metadata(\n",
    "    env_meta=env_meta, \n",
    "    render=False,            # no on-screen rendering\n",
    "    render_offscreen=True,   # off-screen rendering to support rendering video frames\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "595a47d7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "============= Initialized Observation Utils with Obs Spec =============\n",
      "\n",
      "using obs modality: low_dim with keys: ['robot0_eef_pos']\n",
      "using obs modality: rgb with keys: []\n"
     ]
    }
   ],
   "source": [
    "import robomimic.utils.obs_utils as ObsUtils\n",
    "\n",
    "# We normally need to make sure robomimic knows which observations are images (for the\n",
    "# data processing pipeline). This is usually inferred from your training config, but\n",
    "# since we are just playing back demonstrations, we just need to initialize robomimic\n",
    "# with a dummy spec.\n",
    "dummy_spec = dict(\n",
    "    obs=dict(\n",
    "            low_dim=[\"robot0_eef_pos\"],\n",
    "            rgb=[],\n",
    "        ),\n",
    ")\n",
    "ObsUtils.initialize_obs_utils_with_obs_specs(obs_modality_specs=dummy_spec)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "d997cf39",
   "metadata": {},
   "outputs": [],
   "source": [
    "import imageio\n",
    "\n",
    "# prepare to write playback trajectories to video\n",
    "video_path = os.path.join(download_folder, \"playback.mp4\")\n",
    "video_writer = imageio.get_writer(video_path, fps=20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "dfae1aaa",
   "metadata": {},
   "outputs": [],
   "source": [
    "def playback_trajectory(demo_key):\n",
    "    \"\"\"\n",
    "    Simple helper function to playback the trajectory stored under the hdf5 group @demo_key and\n",
    "    write frames rendered from the simulation to the active @video_writer.\n",
    "    \"\"\"\n",
    "    \n",
    "    # robosuite datasets store the ground-truth simulator states under the \"states\" key.\n",
    "    # We will use the first one, alone with the model xml, to reset the environment to\n",
    "    # the initial configuration before playing back actions.\n",
    "    init_state = f[\"data/{}/states\".format(demo_key)][0]\n",
    "    model_xml = f[\"data/{}\".format(demo_key)].attrs[\"model_file\"]\n",
    "    initial_state_dict = dict(states=init_state, model=model_xml)\n",
    "    \n",
    "    # reset to initial state\n",
    "    env.reset_to(initial_state_dict)\n",
    "    \n",
    "    # playback actions one by one, and render frames\n",
    "    actions = f[\"data/{}/actions\".format(demo_key)][:]\n",
    "    for t in range(actions.shape[0]):\n",
    "        env.step(actions[t])\n",
    "        video_img = env.render(mode=\"rgb_array\", height=512, width=512, camera_name=\"agentview\")\n",
    "        video_writer.append_data(video_img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "926d1811",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Playing back demo key: demo_0\n",
      "Creating offscreen glfw\n",
      "Creating offscreen glfw\n",
      "Playing back demo key: demo_1\n",
      "Creating offscreen glfw\n",
      "Creating offscreen glfw\n",
      "Playing back demo key: demo_2\n",
      "Creating offscreen glfw\n",
      "Creating offscreen glfw\n",
      "Playing back demo key: demo_3\n",
      "Creating offscreen glfw\n",
      "Creating offscreen glfw\n",
      "Playing back demo key: demo_4\n",
      "Creating offscreen glfw\n",
      "Creating offscreen glfw\n"
     ]
    }
   ],
   "source": [
    "# playback the first 5 demos\n",
    "for ep in demos[:5]:\n",
    "    print(\"Playing back demo key: {}\".format(ep))\n",
    "    playback_trajectory(ep)\n",
    "\n",
    "# done writing video\n",
    "video_writer.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "bc89c8d8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<video controls  >\n",
       " <source src=\"data:video/mp4;base64,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\" type=\"video/mp4\">\n",
       " Your browser does not support the video tag.\n",
       " </video>"
      ],
      "text/plain": [
       "<IPython.core.display.Video object>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# view the trajectories!\n",
    "from IPython.display import Video\n",
    "Video(video_path, embed=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "eea881c7",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
